@keyframes rwdcur64056 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur64056 0.53333333333333s linear infinite forwards;
}
